64)\), we need to find the probability that \(Z\) is greater than 0.64. Using the standard normal table, we find the area to the left of 0.64 is 0.73891. Therefore, the probability that \(Z\) is greater than 0.64 is \(1 - 0.73891 = 0.26109\).
Step 2: For \(P(Z
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